Separable utility function
One of my friends can't find the answer of this question. Give answer of following economic based question. Tell me about strongly separable utility function?
‘In developing countries there are some controls on aspects of pollution like exhaust fumes. How would you evaluate whether these countries, from their point of view, must invoke legislation to enhance the atmosphere in these respects?’
According to the John Kenneth Galbraith, the modern corporate planning: (i) Aims at decreasing risks to the managers of main firms. (ii) Stresses the maximization of gains. (iii) Is much concerned with the social goals. (iv) Maximizes the social welfare.
An interest rate of 10 percent causes the present value of $1000 acquired one year by now to be: (w) $1000. (x) $1,100. (y) $909.09. (z) $100. Hey friends please give your opinion for the problem of Economi
Total revenue grows while the price of a good is cut when the price elasticity of: (w) demand exceeds the price elasticity of supply. (x) substitute goods is less than one. (y) supply is into a relatively elastic range. (z) demand is
If this illustrated figure given Lorenz curves for distribution of income after taxes and transfers, the probably short run effects of 10 percent increases within both income tax rates and government transfer
Industries which would be classified as oligopolistic comprise: (w) public utilities. (x) postal service. (y) breakfast cereal. (z) retailing. Hello guys I want your advice. Please recommend some views for above
HoloIMAGine has patented a holographic technology which makes 3-D photography obtainable to consumers. When HoloIMAGine is a pure monopoly, in that case this firm confronts a demand curve which is: (w) identical to the industry demand
A reduction in the price of vanilla ice-cream is likely to raise the demand for: (i) Chocolate syrup. (ii) Yogurt. (iii) Watermelon. (iv) Cookies (v) Textbooks. Can someone please help me in finding out the accurate answer from the
The kinked demand curve of an oligopoly model supposes: (w) price increases will be followed. (x) price increases will be matched. (y) price declines will be matched. (z) any price changes will be matched. Q : Equilibrium in long-run purely When a purely competitive industry is into long-run equilibrium: (i) firms try to maximize profit. (ii) P = ATC. (c) P = MC. (iii) economic profit is zero. (iv) All of the above. Can someone explai
When a purely competitive industry is into long-run equilibrium: (i) firms try to maximize profit. (ii) P = ATC. (c) P = MC. (iii) economic profit is zero. (iv) All of the above. Can someone explai
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